
Generalized Recursion Theory II
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Content
- Front Cover
- Generalized Recursion Theory II
- Copyright Page
- Table of Contents
- Preface
- Chapter 1. Monotone quantifiers and admissible sets
- Chapter 2. The continuous functionals and 2E
- Chapter 3. Recursion theory and set theory: A marriage of convenience
- Chapter 4. On the foundation of general recursion theory: Computations versus inductive definability
- Chapter 5. An introduction to ß-recursion theory
- Chapter 6. Negative solutions to Post's problem, I
- Chapter 7. The intrinsic recursion theory on the countable or continuous functionals
- Chapter 8. Spector second order classes and reflection
- Chapter 9. Recursive functionals and quantifiers of finite types revisited I
- Chapter 10. Lattices of a-recursively enumerable sets
- Chapter 11. High a-recursively enumerable degrees
- Chapter 12. Extendability of ZF models in the von Neuman hierarchy to models of KM theory of classes
- Chapter 13. On the role of the successor function in recursion theory
- Chapter 14. Set recursion
- Chapter 15. A non-adequate admissible set with a good degree-structure
- Chapter 16. On the EA-sentences of a-recursion theory
- Chapter 17. Short course on admissible recursion theory
- Chapter 18. Weakly inadmissible recursion theory
- Chapter 19. The 1-section of a non-normal type-2 objects
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